Beiträge von Torlok im Thema „Nations Dynasties Erweiterung noch erhältlich?“

    Berechenbar ist die Auslage ja sowieso nicht, wenn du aber mehr Kontinuität bei der Auslage haben möchtest, kannst du die Variante dazu mal probieren. Ich hatte das früher hier gepostet, glaube bei 4 Spielern je 6 rote/blaue Karten, alle anderen 3x. Karten über den Wert 6 oder 3 werden einfach abgeworfen. Somit sind in jeder Runde immer alle Kartenarten (Gebäude, Krieg, Berater...) vorhanden. Wird auch bei BGG erklärt.

    Die Erweiterung ist bei Pegasus aktuell erhältlich und damit für jeden Händler, der Pegasus-Kunde ist oder es werden möchte, auch dort bestellbar. Damit würde ich sie durchaus auf dem deutschen Markt als existent bezeichnen.


    ???


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v1F13XdT/+CXfDna7rfuYrPzv30KPnOzpc132w92eFVf8v40ea024sLCt2FgS5xbBoYkjpqWdr17v3unt7txmjy0srzHhdXlrhum51VQ3ZGhEREfPflttu/rc9j//95s3dn/vcts985u/uvvsrd9315Tvv/MKHPrS5sfHPbl/XXveuT91888dX3fidL39OfWHzF/d987sHNt/34qGnX75875bxLPbhD7vvX++6rvvpT7ivvfb8r06uue2RP773J9e+/b6MH2lOK25Y1IJsY0NT84bmzo7O7u3dkYGIGOIjLZFaRVR0eHWNa33bIl6rxSFf+PyWaDRaxPjWiIiIOBt8+l03ju5+dPSzn728ceOl1tY377rr4p13XvjgB//zPY3n1q07+653xW6++fWVN556+9vPfvFP1Rf+8sDJsTEjiL33ve673609Njbm/vt/HMv4kea0WrYW84qnEJRTDt/RaLSttV0rpxbxWruLUeybmDimyAm/o/QG8SzZGhEREfPfH9yy4vITOy5v3Hjp061vtrRc3LDh/Ac+8J/vec+53//9s2vXxm6++fTKlafe9raRkuVntrSpL3z0zk3u3/2V+7GPuR/9qPuBD7hNTe673+3efvtYXd2bt9xy8aabzldVvVFZ+cYNN1xsrP9ScW3GjzSnXRdaroba1Eo+xFyJqWVrSWQgsnnTFhmmxQqHhobVvm0x9HV1VU2RE650isWDZGtERETMf5+6ZcXlx79z6dOffrOl5eJHP3r+Ax/4z4aGc7fdduad74z99m+ffsc7Tr3thhMlJccXLYp9/pPqC+391qtXX15V47qu6465rjs6Onp59PKly5f/9cXXMn6kuW6Js1CG1xQCcWND09SDtURUfYgS8MaGJjHkn+zAFpMyiq5rsjUiIiLOIvs/u+Lyi99+84lPXnz8Y+d7P/LGd9537qH/eeYbvxe7f83pr950qusdJzr+x/G/LHnt3oWv931KfeEtf/jEXz+w/4Mte6IvnnZPjlz8o4+6rjv2jqpLK37LdV3XHT3yzjU/vH93KLy9acPjBdd9cjp2fla52lkqs3VkICIyroiwjQ1NqmJCRKmYyXyKI16bRAYiFc6iNc4yEfobG5o6Ozqf6vsnEbh39PSKQbIrnWIRr8nWiIiImP/2PbLiUuyhi6/edf7wnW8MffDcK41nDqyLDdad/uXqk7+oPhFdceyFitf2L331uYWnX/m0+sLq9/3jtx5/0XXds3+x+fWtWz/8mYjrupdvePubFTe4Y2O1t3z7ouue2/6N1zZ8+N6v/bTg2v+V8SPNdbcWlmtFF67rdm/vLnYWrAstXx8qWx8qq3GWmDcdpnfKRpXOjs6VzuLd4VKx9fWhsp3hMjGkSfOG5n8b+OciJ7zSWUy2RkRExNli3zdXvHnyGxdPbL944qsXjt13/mjHG0f+8o3D954b2nL2lc+dOfinsQMbX//V3acHP3n6pU+oL/y7XT8fGxs9/5d/NvDMYPv/2df6f348NuaONt166T1rx0ZH39/S994/3Nn/45dGL184seEPPvnH3874keaBcmRrma07OzprnCXWZWYgW8diseqqmvWhMm0/NxaWVVfV/HLg34qc8BpnGdkaERERZ4v/+JUVfR0rvv+lFbv+asWjW1b0blmxo3PFzi+t2HHvim99acU/bFnx4OdXfGvzim/+6YpvfjZhXsbPPfjMV9/1R2s/8dC1b3vgqvK/u3J51/7/eO1L4ZovOlXPRo8VOBsL5rcVXPfpt/7W5s6nflF3Y2vGjzQPlHc0qtl6jbNMXWZnuEyL19VVNdMxNp+ge3t3pVNs7upqZ+k/9zxe5ITXhZaTrRERERExGxXFzTJb7+jpFVUZqjvDenGImDRxOrL10NBwkRPeWliu7cPGwrKdm/5KPCUqsMnWiIiIiJhdimpmma1jsViREy5xFq4LLdeWXB8qU4cWEfM1plAfkvQldWvr60Ml1r0VXdqME4KIiIiIWeq60PLmDc2y21hMx3hzVY3ZeSwWlqPgyakTxWyOAedx3Lxpi/9izRuaVztLfXZYbJRsjYiIiIhZ585wmRhAWmRrEXB39PRa656FWwvL60Ml5m2Ocu50MWyfGDhPDvAnVrt50xb/8N3Z0emz6fWhsiIn3NbaTrZGRERExGy0xlnS1tqudjyL4hBr17XqznDZutDyGmeJqIFOapDJ1Ts7OiucRXIMPm2Ld4RKxXDXZGtEREREzEZ3hsvEuNHFzgIxX0zd2voSZ6EZbX3cWFi22lnqH7KD3AG5edOW5g3Nba3tdWvrxWDb6lbWOMvEJO1ka0RERETMdteHytY4y8xBpgO6M1wm4q+pvGPSn8aGJllGsqOnt8gJqztT6RQ3b2ju3t5NtkZERETEWaE5oWN1VU2QYO26rijalj3cba3tJc5CueZiZ0F//57qqhqyNSIiIiLmv+ps6tIdPb1BgvWOnl5RVSI7ufv798jK742FZWJtJc5CsjUiIiIiplNxw1/K9Ru7w6UbC8vWh8o2Fqa+BtP6UEnKndaNDU1itsju7d3ikchARJaFrHaWihXeESolWyMiImLeurWwXOY81YzvWFYpSpnFXYOVTvFqZ2l9qCS1XLuxMGEmlxJn4aTWs8ZZpg1TfUcobYdp1lsnHXdPdlGXOAvFSCCyJkTN1uKQxQh9ZGtERETMT0VHo5cVziJzkr/Z5rrQchmFq6tqxFgc5aUVMhlP6hSJeb/r1tb39++JDERE/XGxsyDpkHlCkX0bG5o6OzrFGqqrasypzlNWhGPVINM3RqPR8tKKO0KllU6x2s8tbmfcGS4Tq5WHSbZGRETE/FTkPDFLiGp//57Ojs66tfUiYU9qQLe8cWe4TPQQNzY09ffv0UZ3Hhoa3tHT29jQVOSE/ScjVF3tLJWzvcj1lJdWVDrFQeJ1ibNQTsQoKC+tKHYWVDrFaem9Nuut1eljrMRisbq19SudxaKiWh1RpLOjU9zLKKaqkX8MIVsjIiJiHirCkP+daqLr0WeyvTxWBOukd/K1tbYHmatFrrOxoUlbgwjoxc4C/+KQnWE9vA4NDas5OC0/gbRRrv37rUWPtfj1JSqq5fSQ4rhWO0vF9DRqlRHZGhEREfNQURCSdE6Q7u3domt2VvVea7fl+VBdVSNiaJDea59sLSpMfF4r5gxXO5LFQBzStFTJa2Pw+dRbizdGhbNI/K4ocRbWra1XFxCFIvWhEu2dQ7ZGRETEPFTUJyTNjmIObbU4RN7v6JO2xQKyI1bcMWldMuB4F2Kx9aEyrx5isQlzl8yVy9s3fTqbzaQoTkVkIKJ2zYp+fWl9qEQ7A9omRHJV1xCNRs18LA9Wfa0otlb3Z/OmLWa/tXxtar+FtBJ8c5yQWCy2o6dX/KKodIrlVrQgLt421k2QrRERETEPrXAWaX2o3du7Gxua2lrbtdpi2TUrCmdVK51iNbluLSzXOj5LnIUrncXmnX87w2WiWkBdssZZIgbiqHSK1zjLdobLxAq1QoViZ0GNs0TE1nWh5SudxfJ2Q1FZsbGwrMZZou6tWN5/VepRmJ3WnR2d8lV1a+t39PTGYjF5ZqQrncXyeNVTJMb3ELtUXVWzo6c3MhDZ0dMrb4v0OsOilHl3uLTSKdbivuzwlseoHV2Fs2iyddii8sSrLEQM/VFku4lTq1eJDES8SonI1oiIiJiHFhlzWcuspj0ubmoUoXDzpi1ihIrIQGTzpi0iGoqYtS60vNhZUF5aIZeRd/u1tbb39+8R/65wFq0PlYkUKB6XS5aXVoiBOMSSlU6xXEyE0chApHt7tyhxFrFYJN221vbu7d39/XvEfYFiN+R4GnJ5n1Wp8dqsvtAqm00bG5p29PSK/C3OktyETM/y0KRmNPc5w8XOgrbWdrVdtNeWl1aoR9fZ0SnWv8ZZNqk3hpbv1Y2KA1S7573eTmRrREREnEWK+KjdqSbjlNZla31QIIaJEAFOxFytz9t1XfWFsoiibm29Weqt3QknFlMflMhSCq0rV/4MUFcuKoP9V6VWS08qW6urjcViZq+/uOHPrDBxlW7gIGe4KPHGSu21mzdtMc+8O3Gr5aRKsbUZZNTCIbFRawFPhbNIPUayNSIiIs4iRX5S05jMauWlFWoGFYPE+dzyKHOnNVibSVH0ziZdsm5tvf9iZhe7LA3X6sjbWtuDrKrCWSRSo5mtXdc16zeE2qB4VjZv2mK9KVDejBjwDJs/GMzMbSKG0A4+Drecn1wqtyt+h1jr1MU4IfKkibaw1nyTrRERETHfXOks1m5TE1mteUOzFvK6t3drKTMajWodwKKcQ3swMhAx46y4/c5cobakSGZaZIwMROS+yf5v67gZWh25qG/WtmiuqmhipA5rvbXrukNDw1qJs7ktK2K8cPNxWcOtnZChoWHrGVYfER3S5n4ODQ1rLShveQwYr82Sa3XnvXrBxQ8S9U3VvKHZukWyNSIiIuab5iwkVmKxmNbhKiKdlvNEZbN1MTXnif5XrWhYJD9tSdGJrgZuGRCrq2rkvDbaMjKqmp3Z1lXVra1XVyUUwbHSKdYmeZGIqm6fbC2KpNVwHBmIiPpv7WTKYnTrqdOWNH8wmFuXndnq1uVpKXYWBBk8RLsbVeubr66q8SrgFneUypO/o6fXOmck2RoRERHzSnMWEi+aNzRbU5oW6RobmtQYqvYEqy8XyU8LndYlxYa0PTHrMbzGzVDryEVndtJVScUpEnURXlUuQ0PD8jZELRlb8708TC1be50i6xm2Vr+oHd5qVY/1J0eQrmszWGu90Y0NTV6zrIuae3lEsVis2FlgLka2RkRExLzyjlCpWYdgxsfGhiatb1v0nnZv71ajm9m3LXOnVnbS2NCkpWFZ2KB104r4q+3Sjp5erY/ZGlWtvdRJVyWscZbIsyRGeq6uqrGeKHkzpVqSEYvFZJe2NVurpSliDQHPcHlphfmDQTu9ba3tomtcqydRj9R/zBBrsBaF1OoeWhPzbqVQW56TItsQ12RrREREzCvNWUjUwLejp1dG3qQzfruu29nRaUZGs5bAdd3y0gqts9yrskKkc2uoVUsyrEMvm4Hea1WiVEPNkVolsRwrsHlDs9mBLTKruma1w159XPZGq3UvYuEgUz+KjmezK9pn0kTrLvlnazNYizsgRfW5dj69VqL25XtNH0O2RkRExLzSnIVELRtQ9e/blqnRa/wKNUmLYmtrGrYuWRRgAD5rvYp1EOikq6p0iq3TrIg+/iJj+BTX1iMuf5No+yYrvM2FA55h6w+GpL98zLFNrENT77YFazlqiuiN1jbt9dZSW1N0rpvLkK0RERExrzRnIfEqQfYat06d+FqLjGpMVzO3SFrW3lzrkjLRdnZ0mrshJl4x42aRRwmy/6qKJiZ0FOdHTIouR5oT87aYqb2zo1Prblcn2TEfty4c8AybfwHwyeWxWEzO1KNpHT7PDNY1zhJ512N9qERuXfzs8Rq4Wg4wIn5BtbW2W5ckWyMiImL+KP7Er3V5Wkdu1kKziGvW2QTNqGrmS5G5rT3N1iVVzWKSzo5Or/7pFFYle2p3T4wlJzuz14WWrw+VieHAtRqM5g3NXgXf1m54az1MwDOslo7IvnbtV4R4rbWOXGi9B1HegChVp9HZHS4tcRbKvzY0NjSVOAvNwUbWOMs2Fo6fJdEE4lcNY/AhIiJinitu0TOHxkvab612M4vptWVvtxoQraPvuROZ2ywa9lrSzJfqYm2t7ea4GeaqxB6aq1JTqVrIsbGwrMRZKO5flHOGy0PWakK0YbNlH7k2uogsCLHWwwQ8w9aqbvVBtcy9yAm3tbbL7cpfDmYmlhUvUi0Nrwstlz9XxCasg1uvcZa1tbaLyedjsZiYilL8VjElWyMiImL+qA374CbWYMjwZJ2bsHt7d2dHpxzFQg6LoSZaUZBgFjebtydGo9HOjk5zPkI5lnM0GhVjX9Strdd6iOvW1pvzJpoblasaGhrevGmL16rksYsRmrVbMyMDEXMeHOIbru0AACAASURBVHHStPEEGxua2lrbzVkti4wKbK9ZY3b09FrPsDYBe2Qg0ryhWbsPUsxQ0729W25I/jaodIrNYL2xcPxOTa8e653hshJnodx0W2u7Oo6K6tbC8rq19f39eyIDEfFbxRrlhWRrREREzB8rnWKt8FcrnBCRSNTOJh2JQgSpIENli5UHGXiksaHJfzHRgZrGValqVSVWYrFYdVWNNm6gFdnxbB1ksMio4TbxuuXRrPY2kR3hZibeGdaDdZFxp+NqZ6l8AwwNDftPPbM+VLbSWVzpFFc6xWucZT5Lkq0RERExfzQTs3rTm5j0WyhucTP7lc2MaNZLiDQm/y0jrDUOmjUhPqNnxGIx0dNsTaU7enrVDua21vYgq1JN+nNiaGjYem+iiVptYh1k0Kx1MRFn2DwK0XHu/8tBLTLR7mIUtdGaaiAW1SDyZLa1tvuPjR1csjUiIiLmj0VOuHlDs6hzEKrpSr3dTXRtlpdWmAFOG8VCxOsdPb1iheKePLViQS070SoZxDhxIoiLyo3y0oq6tfVaSpbrUTeq7lgsFhMd8CKGDg0Nd3Z0ylWZuTMyEDGDtagJaWttV2ujJXKdRbZ7E7UltWE6RBGLPD/qU0HOsDbzpav8tcE6QrY5ToiWjFc6i81sLZ9dF1qu/l5K2mk9KcnWiIiImD+KemsvtaqAjYVlFc4ikf9E7bL/SBSq1gGehdVVNWJVMqdWV9VYV1u3tl5u1zqYiVwg6arkerxWJYqSVztLZbGEunX/GyJF6J/U+ZGKzSU9w+oC2v6rT1mH3isyBs5b4ywT2y1xFooqDjkE4brQ8saGJq06PF2d1rvJ1oiIiJhnbiwss85uXeQxCoSI116KwY+1WcS1Pl01mIq+4SxUHru1XsLUHPPExxpniddqtxaW+5/htOh1G6LmHaFSteJc3MRZXlqRrk7r3WRrREREzD/FSHyaxc4C68LmgBKqavdtLBbzGlJDDXn+fefBXRdaXukUp2tV8nh3hsuShl2vmWt8cq2Y4FBTFLj7n2GhtYojoNZxQqyWOAvVAhUxPqM2fsgUJVsjIiJiHqoWPxQpc1xb3Rm2d3UnHVVDDKmhvkSUnZjxWs2OJc7C+lDJHaHSGmeJNXSudBaLvd0ZLtNCZ7GzQN3V4KvSvCNUutJZ7BV5tTspvSbfKXEWqlOpy0oM85x7nWFxOGIxOUOkFty3FpZra1aPzvq3CKti4EU1WIv+eOtsjilLtkZEREQs3R0u3RkuE5MUrnGWrQ+VVTiLqqtqvGbtdj0G4pBBbWth+R2hUrEq0au6sbBMLfyVbiwsWx8qW+Msqw+VyIVVtxaWrwstV1cl4qZ1VWKjYsLFIL25cuti/SKAWidKlHFWrN/nt4r/GZbHYq5BLOB1KmTr3BEqDR6ppeKvGbKku8RZWOMsSWE9/pKtERERES2KWf3EDIJikBC1MkSM+GF2o2Z8t6eoyNZiqpr+/j2bN23ROubTHkZn+OiE6e2rViVbIyIiItrdWlg+qTrgFLpys1D/2zHTeNtfXkq2RkRERPR0a2F5wGCt3i+Y0+4Ml9WHSqwJu8JZlPHdy3LJ1oiIiIh+Wu+x027Iy5tgLbWOdqLeuYhWydaIiIiIyV0XWl7jLFEHxSt2FlQ6xfWhkrwsk9haWC66rsU9f9ZbJ9GUbI2IiIiImB7J1oiIiIiI6bFg/rz5SX0rzux5UFvolvmLF1znBGkmmmwqTRb83F4/7/qb5vvN/0ST0WSzR5os56TJck6aLOcs+JvG9yWx6f1d713f1fT+We7fNL5vxrYl3ta3Xb+s9Lqit86b/zcbPvL1P/zDv2l6f/LGoslSbbKA57bj3e/5fM07VztL5s+bXzNfv1eaJqPJZps0Wc5Jk+WcNFnOWfCtP/50Ur+9sTXIYnnsQ+2feqj9UzO2ud3h0ndfX1J6XdHmpsYHP3nXtze27vjzjZNqBZpsOprsofZP3d985+ab1u4Olz5QWLpg3vXqJYkmo8lmmzRZzkmT5Zw0Wc75UPunCnaFS/39fqbLVrLEGT4PN7w1fNdNv/P1DRt6P/+ZXR1bvvaRj+xYUJ60sWiylJss4Ln96pLKzTetfXRB2QOFyz/8G4uKro3/4qfJaLJZKE2Wc9JkOSdNlnNyL2M2euv1S0udBZt/+13bNmz4zp/c/dUllRnfJVTtWvqbT4RL77im6Hd//br58+bvpsmyXpos56TJck6aLOekyaZJsnU2uvy6wo+FyjZVv/Phe9q+XLoy4/uDpl9dUnn3dUtq5/7G4qvnVb91EU2W/dJkOSdNlnPSZDknTTYdkq2z0evnzd9RVPrVJZVf+/BHMr4z6GP1nGve9l+ufOu8+TRZrkiT5Zw0Wc5Jk+WcNFl6JVtno/PnzW+fv/R74dL7F78t4zuDXj646Ia3/ZcrxfWIJssJabKckybLOWmynJMmS7tk62z0+nnz2966dGdR5vcE/ZXXI5osV6TJck6aLOekyXJOmiy9Zjxb33PUdV336f3j/20YPDDx39seOOtqvDx4m1jg5cHbxtew/0nXdV33wAP7xBrEq+R/x9cvkFvJdrP4zW09n+qDsqWUp0Rz2Bs0cRlVz+WzyCy7HumfjvhpPPDAPv/zn7T5PDfnuk/eoz+lbctzDbOgydqfVk5E4iUo4SyprSZbxPyIiUeCLRBvF+W66nPJVZp7/Lqq8eQDosWPtmuHML2X1iz7lGkn3ONTY30qyTXN59vK9lQWXyEz3WRpvhJ6fBzuSc93X3a0YKabbLJ6RxH7dU95D1hOdfobIkuytXt2W4N+LsRZML62xbt84uJ+z1HXPfrk0/HTJ77Jxl9l/9rI9CEn9/p589veuiT73txe51M7t6JNjdzs0aBJsrVl+Swy8XqU+Sbbt+1l5dNUujs8/ok4u60hyfmPP+7TspYGOnvgZT0HyC2q7Zg1H72ZbDLRHBMXq8Tv+8SzlLikvNCrmezls3o+TraAX7a2XXItzd0weCDxEXGBnXgk8WqcD00W2GQXPesHyu+a5tMQHk9l8RUy402W7iuh0hAJjwS7eE5qixnqBMx4k01G3yjila2TXnLtH+cUzZZsPXH8ybN1wgm67YGz7suD7Q+cnTgLlvOVlZcef7P1ze11PvVrkNIKZOuZ1Thp+5+cuEYEvb4rL/HN1vu2vey6T+9vf9rSAZA1STqjTeZz/fH42k74tnj66IGJS1n70+K/k1vAN1tbLrmBwoTxjpr+ts66T5ntXOkXvcl9BgO8W7z+OpSVV8jMN1mar4TCpNna4+KZ+hZnU5NNQt8o4nPdS3LJtX6cUzQ7svWTDwyOf0kEyNbq4+2ix/qeoxNpO/GtmclfgVMxW9/cXueTbJ091yPtr2BTvL77BOWGwQPxv4rG+4e0Tuvsc+aarP1pz6uz7SyZn5rBJ8eX2bft5Yl6jIRvgiQL+HzHWC+5wbK1fCPNWA7Ivk+Z5VylJ1vbv608nsriK2QWNFl6r4TKOqcxW2eyYyILmiy4vlHEet0LdsnNv2x9z+72p90DD+zzr7ceP/L4+3v/k+PnceIfHn/BzNz7NTXFm7s3C9/c9vNp/XuKx18wLQ0auN46+xpRux5lQ5MlXBRE2Ub8jzze53+yNSHxNSd86KZ+ScqbJvM5Ffan4lf/8dO+f9vL8vp2dts9ZghOsoBftrZdcgNma7X8dEaCXRZ+ypJf9HxqQryuaT7fVtansvgKmQ1NltYroXBqNSFeW0wgS+qts+RT5q1PFNF5en/gS67t45yiWZOtww2DB9yj7QH6rcev7E/vDzcMHlC6bQ48sM/jLwUz/E0wdbP8h6NxPidzPwf91tOt8gN937aX9fuovM6//RvaM1urazb+rVUYZ/g7I1NNNvVsvU+JvwnXxoAL+Gdrn9XG98qerWfmFsaZb7LJmOyiZ/1ABbim+Xxb6U9l8RUyK5osnVdCoUe2TnrxDNpv3aDfKzzbmmyS2qOI7boX6JJr/zinaPZka+PPmt4XjonPyT1HXaXc0H16/20PnPV8X9puHM5Wc+HNrZ5Pn79kka1nXnk+E78JAlzfxQUowN8ove8Rsf3pLYNFhJlssinXhOy77YGz4zVv410Jegj2XyBJtvYsNUmerWf2j9fZ/SnzeMr6gQp6TfP5tlKeyuIrZHY0WRqvhMrJ9+i39rt4Bq5CyWBNXXY0WQoaUSQdNSFTN4uytX6Tjc+FQ2TobfFbGMdvatz2tM9XePb/tVqaE2/uYO9LsnUGnMiyiZXQga7v4x0nE68KXK4TX8zyklmarad6L6PIBC8PbvMp3ki6gMfKrZdcsvVkGzdZttY/UIGvaYH+6JHFV8gsabL0XQlL4w961oR4XzzJ1tOp960Oqd/LOHWzKltP/PJLmq3lV4L+5eEm/JnSczy+bDdL39ypjG9Its5YSx19MvGnZsDre8Kf++1NY4xvZRldzvhQz8JsnXwMPu0smQNCjf/RU95M4jUQtb5A4uh4CU3vfcklW0/CgNk68QPlc03z+bbyeiqLr5DZ0mRpuxKWxk++T72118WTcUKmoVk9o4g9Wwe95KZrJ7MrW1suQ4nI3/HKN4rnI7vj3xxuVn27JzVr39we53My2drSoJb7D+KjkHq8AbLEbL0eaf2RpbuTnn/7R8naNPeYf7A20rb+wuxpuJluspTnjjnwwL6EE2vP1h4LKO3oytZUVh70pxTZ2svA2Vr9QPle03y+rexPZfEVMmuaLF1XQvFIwHFClIvn5L/7MtWCWdNkgfSLIl7ZWm+I6R06NuPZGi2KN3fGdwOTql2PMr4/mFSaLOekyXJOmiznpMnSK9k6G71+3vy7eXPngur1iCbLCWmynJMmyzlpspyTJkuvZOtsNDcGmMScGxMUabIclCbLOWmynJMmS69k62w0JwqecHeu1ajhbposB6XJck6aLOekydIr2Tob5c2dK3I9yjlpspyTJss5abKckyZLr2TrbJQ3d67I9SjnpMlyTpos56TJck6aLL0WzJ83HxERERERp27B68eGEBERERFx6hYYI5cDAADAbKeggIQAkAp8cgAAAECHbA2QGnxyAAAAQIdsDZAafHIAAABAh2wNkBp8cgAAAECHbA2QGnxyAAAAQIdsDZAafHIAAABAh2wNkBp8cgAAAECHbA2QGnxyAAAAQIdsDZAafHIAAABAh2wNkBp8cgAAAECHbA2QGnxyAAAAQIdsDZAafHIAAABAh2wNkBp8cgAAAEDHK1u/+uj3B1bfsefa8l0FhYhoSrYGAAAAHWu2/o/P3Jvx4IKY5ZKtAQAAQMfM1q/t2pvx1IKY/ZKtAQAAQMfM1gO/05Dx1IKY/ZKtAQAAQMfM1n1vWZbx1IKY/ZKtAQAAQMfM1hmPLIg5IdkaAAAAdMjWiKlJtgYAAAAdsjViapKtAQAAQIdsjZiaZGsAAADQIVsjpibZGgAAAHTI1oipSbYGAAAAHbI1YmpONVuf6brVWGn70SmuNCCD2/aNb/HWlwZnZpMAAACzArI1YmpOIVvHo63Nlr1T+kxPbgfI1gAAAOmEbI2Ymiln673PJVv1vq4DU/xgJ4FsDQAAMD0EyNbjf6Y+2pL4+Hjn2kROaNkrl3muzw2SH+yqq63ddsadwqrSrMd5wNlqqtm6r12u4rk+9Qn1jT7NxSFkawAAgOmBbB1YsjUmmGK2jpdZj7+/FeKxW4m88RysBe74ByMxo7uue+Cl2oR91TvC9Wyd8Bkz1qZvzr7zAAAAkMZsnS7J1pgjpqHfOlBp9WSztbp+VTUNq9m6y7K8lsVtt10a2wUAAIC0ZuuE71kjDxxtsfbEad/je5/zzdbqN77ydS82ceClLvFa0WeXmEPiecM4HPNHghp4LAeiHKnngXimEcwb01tv7V2bMbls7ftLVL6z/W+m1LblFdb9dxsAAGBWkq5sbenAGv9G9igcnfi+9rhry5KtzU1M5NfETQxu22f7xtcW9srWlv0ZzyFJDsR79zA/ncI4IZNKq5PJ1sp7Tq5HrQ+ZWENCto5vUfmQ214e7/n2+CUKAAAw6wmerT0QX7JimYTa68Sn4t/mEzEg8dnxsCG/0I1srfdhq1vUVqIvPB6XE7O+R7YefzYxiCd2hE8cyEQKT7p7mJ9OcXxrvSRaNeEX3iSydXyd5ho81un5+Pg6ve561D9sAAAA4Lppy9aFtu/ZhLRqz7JmRbXXsx69Y0dbbJvwLAiZ/P4EfKHf7mF+mrZ5Ga3vElvhUdJs7XN3YyKe44QYa/DrYrfuFQAAwKxmGmtCgmRrs9bZo6/aa8BfJVsn9ANalg/Sb+13g6bfC313D/PTaZjz3HqbY/AcnJlsTck1AABAnPRk64kYML6M+G9imbJvP7ESiz16kcfDq/0WLEu21vNJfIFp6bf23T3MT1PL1knir2WEPq8cbNZvTG+2pn8aAAAgOWnJ1lqyTCzUDFTfHLjeOjG+J6zEDOjyEXWBiU1Yt6jXW48/e6br1mCh3Lp7mJ+mlq2ttwbGib+9kmZryxw0HvXWie9Rv3Wa2dqS4AEAAMCT9PZbJxKgJiSd44So/da2P1PrN1Na99a6P4EOhHFCZptTnjumQI/X6mcs/kZU/xriMYiebZyQ+IPqapPcoeh7f6TSdW3+kAUAAADXTV+9dcIY1bbhNXzGkw4+vrWaXy3jWyfUhHj+/TzxqcQtmmnBNr6114F47B7mpynXW/uNEDKhWoCR/M8fQce3TtoXbn03M741AABAYAJka0S0OJV7Gf3jshFY7en21n0TGT3QvIz2edQDZGvvX4pe9/ACAADMWsjWiKk55XFCbCHYs6bZMgVovP/beJXRNa5VbkwyW5s7wK2NAAAAVsjWiKk5DWPwAQAAQI5DtkZMTbI1AAAA6JCtEVOTbA0AAAA6ZGvE1CRbAwAAgA7ZGjE1ydYAAACgQ7ZGTE2yNQAAAOiQrRFTk2wNAAAAOmRrxNQkWwMAAIAO2RoxNYNm64zvKCIiIk5RsjXidEu/NQAAAOiQrRFTk2wNAAAAOmRrxNQkWwMAAIBOZrP1d9c0PvmDH+18bFf2++QPfvTdNY0Zz3OYPZKtAQAAQCez2Xpo+PixkdczcuCT5djI64Mvv6rtfw79NsBJqf6Uun9lgVWyNQAAAOhkPFtn5KhTw8zWOfTbACaF+lPq/pUJn5GxsbGx0Qtjly+QrQEAAECHbB0ca7bO9E7BdGHN1mNjYxdf7zv58w+e+PePk60BAABAh2wdHLL1rMLM1qNvHn3jaNf5489cOHP4XOwY2RoAAAB0yNbBIVvPKrRsPXZ55I3hL144N3L27Nnh4eH9+/eTrQEAAEAnebau3XZGf9GBl2rlU3uf05Zv2astfabrVrL1tNHXUlDbNRjkwSmuc9ahZuuxsUsXRu67cO7E6dOnh4eHDx48ODg4SLYGAAAAnWDZOjFAt+wdj9fWbJ1g+1HXPdoye/qt+1oK4rT0pbCRyeZasvV0oWbrN2NPvHH08ddff/3QoUOvvPLK4cOHX3vtNbI1AAAA6KSSrQtufWnQPdqSPFs/1+e6fe2zqSZESaWDXbUFKURUsnW2oGbrs4f/4dzJ6KFDhw4ePHjkyJGRkZGTJ0+SrQEAAEBnGrN1y15Xefa5PktxSD5na/G/eOd1vEt74iF1YfHvwa7axF5vtR98/GXKQy194y/sGn9sYnVyzdZ+dOtLtIXJ1gnZ+tQr3zl9/BfPP//88PCwCNYjIyNkawAAANBJtSZk73Ne9dbBqkFmRbaOh+vBrtqJJwa7asdTrpmtXaPnW1mgpW+8M3w8Iw92tXQNikAs12dZs9x7dbsTC8YfVDc2K/qtC2yoC6jZ+vivOk4e/tHzzz9/5MgREazJ1gAAAGAh/fcyBqsGmV3ZOh5hXeU/QbJ1YtF2Qto2t2hbiaU32vaShD2cFdnaNeK19mxCtn71Xw6/+NmhQ4deeeUVsjUAAAB4klJNSLKnaredkfmbbN2nlWaoBR/+sdhWAKLfIem/kr4We6GI8RK9fGVWZGtXidfmUwk1IadOPTfwpWMHn3z1yNHjx4+PjIycOHGCbA0AAAA605Ctb31p0G/cvVmUrWVgtWRiN1C2VpctaOlL6F0OsBJ7YqbfOgFrsHYTs/X58+dfeOGFyJP/+7UDD54+efzUyVP0WwMAAICFtGfrfV0H3MFt+wIE6zzP1gnjhCQUc4hCab3YWelplnctxhPuYFdtbdegvd7aO1trRdQ+2Tpxu9zL6OrjW4+dPHnyJz/5Sf/j9x7Y/4kTB7tPHX6CbA0AAAA6U87WCZzpan/J0ufavmsWjRNijsthPGXUQtd2dcm8OzFWSEuffeAO2zgh3p3f8ZFHWlr8+q3VFceXnNVo8zJeunTp1VdffeaZZ3oe+db3Hr3vyd2dk8rW6hAwKQ19bvmbxfSTdKPj75/07Jw4R2k4yLTulbrGyW0lbceTnMltKv3nBwAA4iTP1tNp3mVryB+0bO267qVLl44dO/bss8/u2rWrp6dnEtk6sSjIvEk1yO7kbbae+PtM+qJolmTrvpaCaf4LUIqnjmwNADCdkK2DQ7aeVZjZ2nXd0dHRM2fODA0NRaPR4NnaSGYppJrszNaDXbXjdxSkmCGVASHTx5T3ysBjVEvfrUx3t3Xqpy795wcAAOKQrYNDtp5VWLO1YHR09OLFi8GztXdHtRpe9X8n1o+IZycKd5SVxWt5LBsY7KotaOmaWFk8SVkmJZrURpMca21Xn+825d0Ayva0KGqrofJcubKqJGnResKTnqXAZVLqKWwZ77ZOPDCxzonjDXSizAP0PXVmM07i/AAAwJQpIFsHxpqtj428nun9gvRzbOR1n2wtmFS9tVYmP4E9WyslJAn5z5wlyD75T+L6Jx5OmFvIvHE1+EaDHKgcp0adYVSZLNT4p/pvsVn18cRJSbWVy1cmvM6OZ7b2O0sJ9yUnO/bEGVHl/qlHoM65GuRE2Q7Q99Qlrmky5wcAAKZMxrN1rmRTNWxJB9571/Cx05iXDrz3LpmtraY2TkhiJ7A16lnHQFSzc2KHq9/QidZX6fszkdUCbjTA4SkZ3Qzk8SSoPq+HQq0H23wi/oLxUxq4W92arY3DTDghQYal9OifNoYB8j0W64myHKDfqUu4jzl+TzSl1QAAM0Nms3VuZVMZthB3FRROYQw+GeZsUc+7B9re4apgzdZJak7iXZoBN5rswLTEaIxYEw969r5XLWjG/+u5cq1EItkO2mtCfFshQLa21bRoXe9KyJ7ciTIP0O/UFeivn8T5AQCAKZPZbI2YuwbO1pZqCjXBBe+39g2FVpJ20ybvt55Utk4YGiP+H7WTNt5169H36hlSPVaeuPEk+xg4W0+639pW9KxmZzH1U0JtSNATZR6g36nz3NEg5wcAAKYM2RoxNSd5L6MSeZRwqxX1WuutPXu4Ex61Zl+v1GiJeME3muRAzUIHIzib/dPWYgY3IQ/aV+61gBe2E56s6j1YvbWRixMHpa+t1SaTCniibAfof+oSqrW7Jnl+AABgqpCtEVNzcjUh6sgces4ef6yrxVazYYnOepm1sVJXXbs9kU+8pi8xnQfcqN9B2nqW4ztZa5ZyTARI5QBso4R4rVyteAhwn57lhCernFHndkp6+MphGm1krRhJeqIsBxjo1FmKTLiPEQBg+iFbI6Ymc55DQLRubAAAyGfI1oipSbaGQIx3HFOMAQAwOyBbI6Ym2RqSohRvZHpXAABgZjCzdf9VJRlPLYjZL9kaAAAAdMxsPfA7DRlPLYjZL9kaAAAAdMxs/dquvRlPLYjZL9kaAAAAdMxs7bruL7f8dcaDC2KWS7YGAAAAHWu2dl336GO7B1bfsfvKxRlPMIjZKdkaAAAAdLyyNQD4wycHAAAAdMjWAKnBJwcAAAB0yNYAqcEnBwAAAHTI1gCpwScHZi19LQkzTYpJ3Qta+uKz5SiIiXP6WuJz6Ijl5evFa1r6XJ+XKwRZJuWDmsSalN3OHPJkTO0UZMWxAOQNZGuA1OCTA7OWhGwtkvJ4tvMMaWa2lnHQyNb+GW+6cmAuZuvJ7rMX2XAsAPkD2RogNfjkwKxFydZauptMtp5YLkezdTZAtgbIRsjWAKnBJwdmLRPZ2oxkwbN1S1dXrRGop5StxSZqawsK9AqT2paWhNfIcK8G0/E97EoM/t6Pq/uh1KkkdODbNuFfwzGJfVaLY2q7BtUzrO6b1/4rK2jp6kr9/ACADtkaIDX45MCsJR6O9ZRlFkOreTohW/e5fS0FtV2D/vXWZgb130T8BcoWlYJwy55YXi62ob7YrBqP77b8l88/vLdrnNjJ7rPl30a29qp6Vw93EucnF/v4AWYOsjVAavDJgVnLRL+myMep1YRMhNKWvvT2W1uitesVccefsOXFeNmLV2bVs7XlJ4a6k57b9TqCye5zkn5r/fEpbYsaEgA/yNYAqcEnB2Yt6kAfahfvZLO1CNdd05GtE5cycnAillAZ/1/ybK2t1eyBlx3Ytu16Hdlk93ly2Xpq2yJbA/hhZuuMTyWNmBOSrWHWkjBOSEIf7SSztX5f44z3W/u/PGC/tbYOs7va0sFvZUr7PC391h7bIlsD+GFmawAIAp8cmLVYx7eu7RpMIVvLjtJ0Z+tAtctmXbK5H8mzdTxRT5RQmI8Ey6Yp7bP5uGf9tMdrp7ItcjaAAdkaIDX45MCsRcvWSpazlRTYqxfky9Ug6PlyhUCbiO9mQYHvOBjag97jhAStCQk4TohXGE1pnwf9Xuud6YOME2LfFtkawI8CsjVASvDJAcgVcjH/5eI+A4Drkq0BUoVPDkAWY9ZFZH9MzcV9BgADsjVAavDJAchqEotHciOl5uI+A4AG2RogNfjkAAAAgA7ZGiA1+OQAAACADtkaIDX45AAAAIAO2RogNfjkAAAAgA7ZGiA1+OQAAACADtkaIDX45AAAAIAO2RogNfjkAAAAgA7ZGiA1Ua/e0gAAAQhJREFU+OQAAACADtkaIDX45AAAAIAO2RogNfjkAAAAgI6ZrVfNvcrm1TcmWiW80sO511TNvebGudfcOPeaVXPiVo97dfWcq2ukV1xdfcU14865unrO1dVzrhKuUpx46prqOVevymWr51xz069de9MV/71mzluq5/76qrlvuXHuNTfOmVc199ob575l1dz/tmru1avm/PdVV8xbdcW8VXOuXTXnmlXKOUnqqrlvmZTVc6666Yqrb7riqlVX/nrVlb9edeXVVXN/o/qK62p+7bqaX7uu+oprq+Zes/LKq6uuvGbV3Ktq5lx505y51XPekvHTOMUmkCY+rr79rlZMeCuumnPVqrlX/X9val7TVi/NCgAAAABJRU5ErkJggg==